The Most Unusual Ways Pi Shows Up In Mathematics | Can You Explain These?

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►My Setup:

[zachstar]

Made a follow up video to this one about e (euler's number)!

[noobkilla]

7:53
"There's plenty of complex looking formulas that I could totally prove geometrically, but unfortunately I just can't fit them on the margin of the screen, so I'll leave that as an exercise for the viewer"
Lmao, a new age take on a classic old quote by Fermat!

[martinconrad]

9:07 "The answer is π — no, I'm just kidding...." :D

[DexM]

9:38 Not so complicated to understand why pi shows up here. Coins are round.

[JP-qgbu]

"The answer is pi" lmao that got me.

[jcnot]

A video on e would definitely be interesting!

[smittyflufferson]

8:00 "I'll leave that as an exercise for the viewer"
I love you buddy

[neuroxik]

9:06 "The answer is pi. Nah, I'm just kidding" made me laugh as fuck

[SiddharthKulkarniN]

Pi is quite sneaky, get's where it has no business to be. Great video

[Carcharoth]

7:54 Making excuses, Fermat's way.

[JacobGoodman]

3:31 The Sterling Approximation is just the first term in the aymptotic approximation of the gamma function (at integer values). It can be derived with Laplace's Method, which is absolutely one of my favorite pieces of mathematics.

[Roosyer]

I truly hope you continue motivated to keep making these type of videos. They are so interesting and extremely well presented! Thank you dude!

[beenaalavudheen]

7:59 i would sue my professor if he said that lol

[atriacharya]

The fact that this channel has few subscribers indicates that there are far too few curious science students. Keep it up, bro. You're excellent.

[JhoCarGo]

7:57 "I understood that reference" ;)

[miguelcontreras]

8:00 “So I’ll leave that as an exercise for the viewer” got me triggered

[Sailor-Dave]

Pi shows up in the twists and turns of rivers and streams; the jagged outlines of a coastline; and in the distribution and density of plant/tree species in a forest. Plus, it's delicious!

[hirvonenjoonas]

Stirling's approximation comes by using Laplace's method, which is basically approximating an integral as an integral of gaussian function. That is why there is a pi.

[heisenberg]

About fermi paradox plz. Lots of support from india . Thank you

[umairjibran]

why am I watching this?

oh yeah tomorrow is my Computer Architecture exam

so yeah that's the best time to watch videos not related to EXAM